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Is a 340 ms reaction time good?

A 340 ms reaction time is faster than 9% of people who took Human Benchmark's test, and 7% of 25 to 34 year olds. Among people 65 and over it is the 56th percentile.

Percentile
9%
of testers are slower than 340 ms
340 ms

340 ms by group

By age group

Share of testers in each age group slower than 340 ms
GroupMeanSlower than you1 in X
18 to 24242 ms3%1 in 34
25 to 34258 ms7%1 in 15
35 to 44274 ms12%1 in 8
45 to 54295 ms23%1 in 4
55 to 64320 ms38%1 in 3
65 and over350 ms56%1 in 2
All ages262 ms9%1 in 12

Percentile is the share of the group slower than this time, so a lower time gives a higher percentile. “1 in X” counts the rarer side: people at or beyond this value above the median, at or under it below. Percentiles are estimated from a normal distribution per age group.

What this means

  • Mean reaction time in this data rises about 20 ms per decade: 242 ms at 18 to 24, 350 ms at 65 and over. 340 ms is the 3rd percentile for the youngest group and the 56th percentile for the oldest.
  • Human Benchmark's numbers come from people who chose to take a reaction test, on their own screens. Display and input lag add 10 to 50 ms, so a 340 ms result partly measures your monitor.
  • Five-trial averages move 20 to 30 ms between sessions. One result is a sample, not a trait.

Questions

Is 340 ms a good reaction time?
340 ms is faster than 9% of all Human Benchmark testers and 7% of 25 to 34 year olds. That is slower than most testers, though age, hardware and tiredness all push the number up.
What is the average reaction time?
The mean in Human Benchmark's data is 262 ms across all ages: 242 ms at 18 to 24, 274 ms at 35 to 44 and 350 ms at 65 and over. The site's reported median is about 251 ms.
How rare is a 340 ms reaction time?
Across all ages, about 1 in 12 testers are as slow or slower. For 18 to 24 year olds it is 1 in 34; for people over 65, 1 in 2.

Source: Human Benchmark, aggregated reaction test results, 2024. A self-selected sample of people who take reaction tests, not the population. Percentiles on this page are our estimate from a normal distribution with the stated mean and SD.

Five trials, your age group, your percentile. About 20 seconds.

Test your reaction time